631315v
[Commentary:
An examination of the equation , which has roots 1, 2, 9. This is one of several equations with multiple roots treated by Viète in De numerosa potestatum resolutione. Harriot solved it in full on Add MS 6783
f. . ]
Triens coefficientis longituidnis.
[Translation: A third of the longitudinal ]
Triplum quadratum.
[Translation: Three times the ]
maius est coefficientibus planis
per
[Translation: greater than the plane coefficient ]
[Translation: A third of the longitudinal ]
Triplum quadratum.
[Translation: Three times the ]
maius est coefficientibus planis
per
[Translation: greater than the plane coefficient ]
Duplus cubus e triente.
[Translation: Twice the cube of a third of
[Translation: greater ]
in coefficientibus
[Translation: times the plane coefficient
[Translation: Twice the cube of a third of
[Translation: greater ]
in coefficientibus
[Translation: times the plane coefficient
Excessus maximi laterus supra fit
[Translation: The excess of the greatest side over is
reliqua duo sunt minora
[Translation: the two remaining are less than
maxium latus
[Translation: the greatest side will ]
[Translation: The excess of the greatest side over is
reliqua duo sunt minora
[Translation: the two remaining are less than
maxium latus
[Translation: the greatest side will ]
Examinatio. Vide Charta
[Translation: Examination. See sheet ]
[Commentary: Sheet B is Add MS f. .
in
coefficientia
[Translation: times the plane coefficient
[Translation: ]
[Translation: Examination. See sheet ]
[Commentary: Sheet B is Add MS f. .
in
coefficientia
[Translation: times the plane coefficient
[Translation: ]
Nota. Vide K in
[Translation: Note. See K in ]
[Commentary: Sheet D.1 is Add MS f. .
[Translation: Note. See K in ]
[Commentary: Sheet D.1 is Add MS f. .
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